A single all-to-all Ising model exhibits integrable-to-chaotic dynamics across symmetry sectors for fixed parameters via dimension-dependent kicked-top mappings.
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Integrable, Mixed, and Chaotic Dynamics in a Single All-to-All Ising Spin Model
A single all-to-all Ising model exhibits integrable-to-chaotic dynamics across symmetry sectors for fixed parameters via dimension-dependent kicked-top mappings.